TODO: Please help to extend this section
Let us consider the uncorrelated missorientation ODF corresponding to our model ODF.
mtexdata titanium
odf = calcDensity(ebsd.orientations)
ebsd = EBSD
Phase Orientations Mineral Color Symmetry Crystal reference frame
0 8100 (100%) Titanium (Alpha) LightSkyBlue 622 X||a, Y||b*, Z||c*
Properties: ci, grainid, iq, sem_signal
Scan unit : um
X x Y x Z : [0 996] x [0 998] x [0 0]
Normal vector: (0,0,1)
odf = SO3FunHarmonic (Titanium (Alpha) → xyz)
bandwidth: 25
weight: 1
% the uncorrelated
mdf = calcMDF(odf)
mdf = SO3FunHarmonic (Titanium (Alpha) → Titanium (Alpha))
antipodal: true
bandwidth: 25
weight: 1
plotSection(mdf,'axisAngle')

Axis / Angle Distribution
Then we can plot the distribution of the rotation axes of this missorientation ODF
plotAxisDistribution(mdf)

and the distribution of the missorientation angles and compare them to a uniform ODF
close all
plotAngleDistribution(mdf)
hold all
plotAngleDistribution(ebsd.CS,ebsd.CS)
hold off
legend('model ODF','uniform ODF')
